Every coefficient of every q-real number between 1 and 2 is bounded in absolute value by the corresponding coefficient of the q-deformed golden ratio, resolving the radius-of-convergence conjecture.
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Coefficients of $q$-real numbers: their combinatorial meaning and growth
Every coefficient of every q-real number between 1 and 2 is bounded in absolute value by the corresponding coefficient of the q-deformed golden ratio, resolving the radius-of-convergence conjecture.